@keyframes rwdcur205056 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGTklEQVRYhe2Wb2xV5R3HP+ece29ve0tpWSnoBcufMmgplkHRFmSzQ1acRpdsyVyyaWQsaTSZuDfOuCzLuobFP8giAwfKxhYhxizRCWIDFicLqGOr0FpbHG3DpS2F23Pvufeec+759zx7sXYbSCnLsr3ik/xyXjznPN/P+eU553ngcm4FXgbGgABIAa8ADfwfeC4ej8u2tjaZSCSk4zjywoULcuvWrXLBggUS2Auo/7PwlStXSl3XZWdnp2xpaZHNzc1y48aN8vjx49I0TdnU1DQhAUDv7rqKvpcWL+ndXV3Vu2tl0X8Tvjwej0td1+WOHTukoiijwA+BDcAPgERra6s0TVNWV1fLw89XHR5trx/V31sj0++vk+njd8pkx+3ByMEVXYP7a1t7X6yd858KvNzW1iY7OzsnwuddMV5ROUNNHDlyRP4K5As/aZbe6OvSz5yUgdkjg1y39FPvSTfxkjQ/2igvHqq3z/6mpvXjXywPXa/AWCKRkC0tLXL8zS/j0501X3n7mUXmN0DmQFaUl0rfHpC+PXhZeXa/9LKnpHNujzSO3SsHf7v0WNezS0unCleB0oqKCgYGBgA++vfBvm1LVpdURN9YvOqrRQNADMgn07j2RQh05HgR6ChBGgUfbfoyogsfZsb86juKy8Sh0z+vjU4lkEmlUsTjcYCaiYGuLTWlsbLQa8WVq6O6WEAcyAMWEFIzIHSU8ZqQwNeRQQolUkxk7j2Uzok3RGPuM1MJvLVv3z42bdoE8DhQARAt9J8qnhW/OZhWzd79b7EJeA14uu07qDINIvXPUmQKhI7nJDnTdZrM2BBKuIDI7AaKy6KPnP7Z52uvJfDC9u3bqauro7W1dQ7wQcMt4UfSbtDSmyzlqS2vouxupxnYBty9fhFSpBAihZDjJVJIkULBQFWyvLH3dc72fIJaUEZh2c1qQVQ8NpmAMn7d29TU9OCBAwc4ceIEO++6i0EgDmwCmoEHgMYfb+B7DzUSm17wryfHEZ4km85TENaIaCGOHOzm9lXzKDDPkez6c9I0Z89a9uQfxZUCE5/Kw0ePHqW+vv7BzZs3s5fxBTfe9kZg0R1x3JPd7Pzrx1TeVsXd315OrDgMQH+fTvueD7AuGUjg1nXLaFxbxdDgEPPLNcJhtdxNDVcBZybrwARfBh6bpnGfEvxjwbU9vgKpzWUg0ogyvZwvlPSwdskwBUUR4nOjoEDXXwymlWo8d2gZWqwMMTzAo+uHqZql4mdNcv09jH6aXbfi2UTHZB2YoAPo+PBHt+wvmTfzgdjsCrRYmN//bQ2pivWoWohpuSTzFp5DUQJkYANQWwd23qOkchGRyhpYXIfn/RJhjyGsPNITCD+46j5y1b9V4CpJzbWRZhKhhJGohKIxFEUBKcHXP9s7L0AJhQkVRJHCQ+p5hJkkyDn4tocIIsnrFnAtccq3XEJRBbQQwhW4nkABhC+Qns2p7plkxNcI8sMsrXqT4iKJ70tcVyA9iXA8hGUSWB5OzncJTe+9fgEn8raVckW4UFMJg2v7GIaLAvh5n6EBBzPyXRqbmrEyBu2vXODeL72PZXnYhoPiuAR5QaD6+KaPnQk6bnv+dP66BRpePHu+8/vxA0XTvPtQwbMDDMMBFIIgQB926D9zkORAN9JzSXR+gl8fYJkeXtpFc10CW+BLH0t3sbPsvFrOpAIAVk57MnPR2VCiEPFMDyPkAhCoPigCf/AdrBENKUHL5pFmGZbpYaUdNN/FdwMcx8W45P4pMnPRH+D8VXMmPeGs2XOuJzMmnshdyuPmfAzDwTBcvJzP56IhspaP7QrMvE/5TRGk6WGbHmnDwcg4uJmA1Ehet3Khh1ZuOTZZzLWPWA17RrbpF+XTpuGQTdtkjDye6VGqety5toxISRHlN8VYv6oQP+2RNx0y6TxmOsfYxSCdNSL3fPF35/uvlTHloWH1r0eeuP9+MxEO+rf4kbLiQDi4KZfKQo95dSpSSmReYlkB0rUIixFUa6j73VTsW7vaE91Tza9NdQNAX9/JD2fNiL0aVZ3CJf7wwvnqQFS4ksAO8CwfJ+OT1V0OX5rT42WHf6r3vfvoOyc6hq5n7it/J1Oy6+tVkeoie7mm+bWaKmZIqfhBoJ73ZMHJb7556dxo2vrMhnODG9zgBtfi7xv2YvP5POuAAAAAAElFTkSuQmCC) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur205056 2.1333333333333s linear infinite forwards;
}
